JOURNAL OF BIOLOGICAL DYNAMICS 是一本开放获取期刊，发表最先进的论文，处理由生物过程产生的动态模型的分析。该杂志关注生态学和进化生物学、种群动力学、流行病学、免疫学、神经科学、环境科学和动物行为领域中从个体生物到种群、群落和生态系统水平的动态现象。其他领域的论文由编辑酌情接受。除了分析原始数学模型和开发新理论和分析方法的论文外，该杂志还欢迎将数学建模和分析与实验和观察数据联系起来的论文。该杂志还发表简短的笔记、说明性和评论文章、书评和关于未解决问题的部分。

The Journal of Biological Dynamics is an open-access journal dedicated to publishing cutting-edge research that focuses on the analysis of dynamic models generated by biological processes. The journal emphasizes dynamic phenomena across various fields, including ecology, evolutionary biology, population dynamics, epidemiology, immunology, neuroscience, environmental science, and animal behavior, ranging from individual organisms to populations, communities, and ecosystems. Papers from other fields may also be considered at the discretion of the editors. In addition to original mathematical model analysis and the development of new theories and analytical methods, the journal welcomes submissions that connect mathematical modeling and analysis with experimental and observational data. The journal also publishes brief notes, explanatory and commentary articles, book reviews, and discussions on unresolved issues.

《Journal of Biological Dynamics》是一本开放获取的期刊，致力于发表前沿研究，重点分析由生物过程产生的动态模型。该期刊关注生态学、进化生物学、种群动力学、流行病学、免疫学、神经科学、环境科学和动物行为等领域中，从个体生物到种群、群落及生态系统层面的动态现象。其他领域的研究论文也可由编辑酌情接受。除了分析原始数学模型和开发新理论及分析方法的论文外，本期刊还欢迎将数学建模与实验和观察数据相结合的研究。此外，期刊还发表简短的笔记、说明性和评论文章、书评以及关于未解决问题的讨论。

Journal of Biological Dynamics

In this paper, we develop a non-autonomous delay differential equation model for mosquito population suppression. After establishing the positiveness and boundedness of the solutions, we study the dynamical behaviours of the model with or without Wolbachia-infected male mosquitoes. More specifically, for the model without infected male mosquitoes, we analyse the asymptotic stability of the equilibria and demonstrate that the model undergo Hopf bifurcations under certain conditions. For the model incorporating infected male mosquitoes, we derive sufficient conditions for the global asymptotic stability of the origin. Numerical examples are provided to illustrate and support our theoretical findings.

Yufeng Wang

Jianshe Yu

Dynamics of a non-autonomous delay mosquito population suppression model with Wolbachia -infected male mosquitoes

带Wolbachia感染雄蚊的非自治延迟蚊群抑制模型的动力学

A Biologist's Guide to Mathematical Modeling in Ecology and Evolution by Sarah P. Otto and Troy Day, Princeton, NJ, Princeton University Press, 2007, 732 pp., US$65.00 (hardcover), ISBN 0-69-112344...

Christian T.K.-H. Stadtländer

A Biologist's Guide to Mathematical Modeling in Ecology and Evolution by Sarah P. Otto and Troy Day

生态与进化中的数学建模：生物学家的指南，作者Sarah P. Otto和Troy Day

In a recent study, a mathematically identical ODE model is derived from a multiscale PDE model of hepatitis C virus infection, which helps to overcome the limitations of the PDE model in the analysis. Here, an extended proposed model is formulated for this transformed ODE model by including the hepatocyte proliferation of both uninfected and infected cells. Unlike the transformed model, the proposed model can predict the triphasic viral decline and the virus level after therapy cessation without oscillations. Numerical simulations are performed to investigate the effect of hepatocyte proliferation and therapy with direct-acting antivirals agents (DAAs). The basic reproduction number is obtained, the equilibrium points are specified, and their stability is analysed. A bifurcation analysis is performed to specify the bifurcation points and to study the effect of varying system parameters. Various viral load profiles generated by the model are confirmed to fit with reported data in the literature.

Hesham A. Elkaranshawy

Hossam M. Ezzat

An ODEs multiscale model with cell proliferation for hepatitis C virus infection treated with direct acting antiviral agents

直接作用抗病毒药物治疗丙型肝炎病毒感染的含细胞增殖的常微分方程多尺度模型

We address several conjectures raised in Cantrell et al. [Evolution of dispersal and ideal free distribution, Math. Biosci. Eng. 7 (2010), pp. 17–36 [Citation9]] concerning the dynamics of a diffusion–advection–competition model for two competing species. A conditional dispersal strategy, which results in the ideal free distribution of a single population at equilibrium, was found in Cantrell et al. [Citation9]. It was shown in [Citation9] that this special dispersal strategy is a local evolutionarily stable strategy (ESS) when the random diffusion rates of the two species are equal, and here we show that it is a global ESS for arbitrary random diffusion rates. The conditions in [Citation9] for the coexistence of two species are substantially improved. Finally, we show that this special dispersal strategy is not globally convergent stable for certain resource functions, in contrast with the result from [Citation9], which roughly says that this dispersal strategy is globally convergent stable for any monotone resource function.

Isabel Averill

Yuan Lou

Dan Munther

On several conjectures from evolution of dispersal

关于扩散演化中的几个猜想

James Cochran

Bogdan Oancea

Dan Pirjol

Bounding the generation time distribution uncertainty on R 0 estimation from exponential growth rates

从指数增长率估计R 0时生成时间分布不确定性的界限

The dynamics of tuberculosis transmission model with different genders are to be established and studied. The basic regeneration numbers

Si Wang

Hui Cao

The dynamics of tuberculosis transmission model with different genders

不同性别结核病传播模型的动态分析

We consider different anti-symmetric Lotka-Volterra systems governing the pairwise interactions among the same

Abbreviation	J. Biol. Dyn.
Journal Impact	1.91
Quartiles(Global)	MATHEMATICAL & COMPUTATIONAL BIOLOGY(Q3)

ISSN	1751-3758, 1751-3766
h-index	43

Publication Information	Publisher: Taylor and Francis Ltd.，Publishing cycle: ，Journal Type: journal，Open Access Journals: Yes
Basic data	Year of publication: 2007，Proportion of original research papers: 100.00%，Self Citation Rate:5.60%， Gold OA Rate: 99.10%
Journal Fees	$1680Details
Average review cycle	网友分享经验：33 Weeks

Journal of Biological Dynamics

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Dynamics of a non-autonomous delay mosquito population suppression model with Wolbachia -infected male mosquitoes

A Biologist's Guide to Mathematical Modeling in Ecology and Evolution by Sarah P. Otto and Troy Day

An ODEs multiscale model with cell proliferation for hepatitis C virus infection treated with direct acting antiviral agents

On several conjectures from evolution of dispersal

Bounding the generation time distribution uncertainty on R ₀ estimation from exponential growth rates

Dynamics of a non-autonomous delay mosquito population suppression model with Wolbachia -infected male mosquitoes

An ODEs multiscale model with cell proliferation for hepatitis C virus infection treated with direct acting antiviral agents

Bounding the generation time distribution uncertainty on R ₀ estimation from exponential growth rates

The dynamics of tuberculosis transmission model with different genders

Metapopulation models with anti-symmetric Lotka–Volterra systems